Embedded Files
Research Interests
Research Interests
Harmonic Analysis
Harmonic Analysis
Research Profiles
Research Profiles
Published/Accepted Articles
Published/Accepted Articles
4. A. Dabra and N. S. Kumar. Topological Center of the Double Dual of the Orlicz Figa–Talamanca Herz Algebra. Indagationes Mathematicae, (2026).
3. A. Dabra, R. Lal and N. S. Kumar. Ideals in the Dual of Introverted Subspaces of Ψ–Pseudomeasures. Bull. Malays. Math. Sci. Soc. 48, 64 (2025).
2. A. Dabra and N. S. Kumar. Restriction Theorems for the p–Analog of the Fourier–Stieltjes Algebra. Results Math. 79, 232 (2024).
1. A. Dabra and N. S. Kumar. Arens regularity of AΦ(G). Banach J. Math. Anal. 18, 41 (2024).
3. A. Dabra, R. Lal and N. S. Kumar. Ideals in the Dual of Introverted Subspaces of Ψ–Pseudomeasures. Bull. Malays. Math. Sci. Soc. 48, 64 (2025).
2. A. Dabra and N. S. Kumar. Restriction Theorems for the p–Analog of the Fourier–Stieltjes Algebra. Results Math. 79, 232 (2024).
1. A. Dabra and N. S. Kumar. Arens regularity of AΦ(G). Banach J. Math. Anal. 18, 41 (2024).
Preprints/Submitted Articles
Preprints/Submitted Articles
4. A. Dabra, A. Dasgupta and P. Gulia. Uncertainty Principles for the Strichartz Fourier transform on the Heisenberg Group. arXiv: 2511.06787, (2025).
3. A. Dabra and A. Dasgupta. L^p–Heisenberg–Pauli–Weyl Uncertainty Inequalities on Laguerre Hypergroup. arXiv: 2508.18697, (2025).
2. A. Dabra and N. S. Kumar. Isomorphism Theorems for the Algebras of Φ–Pseudofunctions and Φ–Pseudomeasures. arXiv: 2507.13020, (2025).
1. A. Dabra and N. S. Kumar. Amenability and Invariant Subspaces of the Algebra of Pseudomeasures. arXiv: 2501.03563, (2025).
3. A. Dabra and A. Dasgupta. L^p–Heisenberg–Pauli–Weyl Uncertainty Inequalities on Laguerre Hypergroup. arXiv: 2508.18697, (2025).
2. A. Dabra and N. S. Kumar. Isomorphism Theorems for the Algebras of Φ–Pseudofunctions and Φ–Pseudomeasures. arXiv: 2507.13020, (2025).
1. A. Dabra and N. S. Kumar. Amenability and Invariant Subspaces of the Algebra of Pseudomeasures. arXiv: 2501.03563, (2025).
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